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changed quasicateories to quasitopologies!
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Ronnie Brown
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You should look at this ncatlab exposition on "convenient categories of topological spaces", and references. One problem is still the difficulty of getting a locally cartesian closed convenient category; Spanier's quasicategories"quasitopologies" seemed a possibility but have not been taken up, partly because the quasicategories on the 2 point set formed a class (comment from E. Dyer).

You should look at this ncatlab exposition on "convenient categories of topological spaces", and references. One problem is still the difficulty of getting a locally cartesian closed convenient category; Spanier's quasicategories seemed a possibility but have not been taken up, partly because the quasicategories on the 2 point set formed a class (comment from E. Dyer).

You should look at this ncatlab exposition on "convenient categories of topological spaces", and references. One problem is still the difficulty of getting a locally cartesian closed convenient category; Spanier's "quasitopologies" seemed a possibility but have not been taken up, partly because the quasicategories on the 2 point set formed a class (comment from E. Dyer).

Source Link
Ronnie Brown
  • 12.3k
  • 1
  • 63
  • 81

You should look at this ncatlab exposition on "convenient categories of topological spaces", and references. One problem is still the difficulty of getting a locally cartesian closed convenient category; Spanier's quasicategories seemed a possibility but have not been taken up, partly because the quasicategories on the 2 point set formed a class (comment from E. Dyer).